自由形态钢筋混凝土、预应力混凝土和复合构件:截面值的计算

Florian Zimmert, Thomas Braml
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引用次数: 0

摘要

混凝土作为一种建筑材料,可以通过调整构件的个体形状以适应所产生的应力,以及在构件的适当区域布置复合建筑材料(如钢筋、预应力钢材或结构钢)来实现资源高效利用。由于建筑行业的数字化进程不断推进,例如在建筑信息建模方面,计算机辅助三维建模方法正越来越多地用于结构规划。这些方法允许工程师以自由形式设计构件。目前,在钢筋混凝土、预应力混凝土和复合材料建筑中,此类构件的设计仍需花费大量精力。在开发实用的自由形态混凝土构件计算方法的背景下,本文介绍了一种集成 CAD 的截面值计算方法。在使用简化计算理论(如梁理论)处理真实的三维结构构件时,横截面值是必不可少的计算基础。本文介绍了自由形态混凝土、钢筋混凝土、预应力混凝土和复合构件截面值计算方法的数学和数值基础。该计算方法基于非均匀有理 B-样条张量乘积曲面所描述的平面几何区域,例如可以从实体模型中提取。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Free-form reinforced concrete, prestressed concrete, and composite components: Calculation of cross-section values

A resource-efficient use of concrete as a construction material can be achieved by adapting the individual shape of a component under consideration to the stresses that occur and by arranging composite construction materials (e.g., reinforcing steel, prestressing steel, or structural steel) in suitable areas of the component. Due to the advancing digitalization in the construction industry, for example in the context of Building Information Modeling, computer-aided 3D modeling methods are increasingly being used in the planning of structures. These allow engineers to design components in free form. In reinforced concrete, prestressed concrete, and composite construction, the design of such components is currently still associated with great effort. In the context of the development of a practical method for the calculation of free-form concrete components, this paper presents a CAD-integrated method for the calculation of cross-section values. Cross-section values are required as an essential calculation basis when real, three-dimensional structural components are treated using simplified calculation theories, such as the beam theory. In this paper, the mathematical and numerical fundamentals of a method for the calculation of cross-section values of free-form concrete, reinforced concrete, prestressed concrete, and compound components are presented. The calculation method is based on flat geometric regions described by Non-uniform Rational B-Spline tensor product surfaces, which can be extracted from solid models, for example.

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